![]() | ![]() New York Women in Mathematics Network May 2nd, 2008 |
| Participants |
Henry Africk, City University of New York (New York City College of Technology) Mathematical logic. Catarina Carvalho, Durham University (UK) Mathematics of constraint satisfaction, universal algebra and semigroup theory. Moira Chas, SUNY Stony Brook University Low dimensional topology, geometric topology, combinatorial group theory. Zhao Chen, City University of New York (New York City College of Technology) Anthony Clement, City University of New York (Brooklyn College) Group theory. Jonathan Cornick, City University of New York (Queensborough Community College) Group theory, algebraic topology. Natasha Dobrinen, University of Denver Set theory, Boolean algebras, recursion theory, and measure theory. Andrew Douglas, City University of New York (New York City College of Technology) Representation Theory. Andrew Duncan, Newcastle University Geometric and Combinatorial Group Theory, Low Dimensional Topology, Quantum Computation. Nelly Fazio, IBM Cryptography and Content Protection. Jane Gilman, Rutgers University Riemann surfaces, Kleinian groups, Teichmüller theory, hyperbolic geometry. Victoria Gitman City University of New York (New York City College of Technology) Set theory, models of Peano Arithmetic, computational complexity. Laura Ghezzi, City University of New York (New York City College of Technology) Commutative algebra, algebraic geometry, computational and homological algebra. Joel David Hamkins, City University of New York (The College of Staten Island Logic, set theory, the mathematics and philosophy of the infinite, infinitary computability and infinitary utilitarianism. Thomas Johnstone, City University of New York (New York City College of Technology) Set theory and mathematical logic. Delaram Kahrobaei, City University of New York (New York City College of Technology) Infinite combinatorial and geometric group theory, their applications in theoretical computer science particularly algebraic cryptography, interaction between combinatorics, logic and number theory. Elizabeth Kimber, Chetham's School of Music (UK) Combinatorial group theory and more generally, problems that combine algebra, number theory, and combinatorics. Olga Kharlampovich, McGill University Free groups, groups acting on $\Lambda$-trees, hyperbolic and exponential groups, periodic groups, groups with one defining relation and geometric methods in group theory. Roman Kossak, City University of New York (Bronx Community College) Foundations of Mathematics, Model Theory. Arthur Kramer, City University of New York (New York City College of Technology) Mathematics and Engineering Yesem Kurt, Randolph College Cryptography, in particular non-commutative structures in cryptography, key exchange algorithms. Janet Liou-Mark, City University of New York (New York City College of Technology) David Marker, University of Illinois at Chicago Model theory and its applications. In particular, real algebraic geometry and real analytic geometry, exponentiation, differential algebra. Russell Miller, City University of New York (Queens College) Mathematical Logic, Computability Theory. Sheila Miller, United States Military Academy at West Point Set theory, left distributive algebras (which arise in the study of knots and braids), and the connections between them. Large cardinals and statements that not only use but require large cardinal assumptions for their proof. Gretchen Ostheimer, Hofstra University Practical algorithms for studying infinite groups, applications of formal language theory to the study of infinite groups. Jonas Reitz, City University of New York (New York City College of Technology) Set theory and mathematical logic. Vladimir Remeslennikov, Omsk State University (Russia) Set theory and mathematical logic. Philipp Rothmaler, City University of New York (Bronx Community College) Model Theory and Algebra (especially Model Theory of Modules). Hans Schoutens, City University of New York (New York City College of Technology) Algebraic model theory, commutative algebra, albebraic geometry, rigid analytic geometry. Lev Shneerson, City University of New York (Hunter College) Combinatorial semigroup theory. Vladimir Shpilrain, City University of New York (The City College of New York) Combinatorial and computational group theory, cryptography, theory of algorithms, affine algebraic geometry, knot theory. Christina Sormani, City University of New York (Lehman College) Riemannian Geometry. Jennifer Taback, Bowdoin College Thompson's group, the large scale geometry of groups, in particular properties which are invariant under quasi-isometry, and studying twisted conjugacy classes in groups from a geometric perspective. Arnavaz Taraporevala, City University of New York (New York City College of Technology) Mathematical Statistics. Alvin Thaylor, National Science Foundation Carol Wood, Wesleyan University Mathematical logic, applications of model theory to algebra. Shenglan Yuan, City University of New York (LaGuardia Community College) Complex dynamics. |
| Graduate Students |
Brooke Andersen, Dartmouth College Characterizations of complete sets with respect to strong reducibilites. Determining which theorems about the Turing degrees extend to the degrees defined under other notions of reducibility. Evangelia Antonakos, CUNY Graduate Center Logics of knowledge. Jennifer Chubb, George Washington University Logic and foundations of mathematics, computability, computable model theory, computational complexity, reverse math, Ramsey theory, and applications of logic in the social sciences. Sam Coskey, Rutgers University Group theory, Borel equivalence relations. Shoshana Friedman, CUNY Graduate Center Set Theory. Karen Lange, University of Chicago Computable model theory, in particular the complexity of homogeneous models from the complementary perspectives of computability theory and reverse mathematics. Also, questions on randomness and effective dimension. Karen Lange, University of Chicago Computable model theory, in particular the complexity of homogeneous models from the complementary perspectives of computability theory and reverse mathematics. Also, questions on randomness and effective dimension. Michael Munn, CUNY Graduate Center Riemannian geometry and geometric analysis. Kate Poirier, CUNY Graduate Center Sara Quinn, Notre Dame University Computability Theory. Jailmal Thind, SUNY Stony Brook University |
| Undergraduate Students |
Parveen Chowdury, City University of New York (New York City College of Technology)
Elisa Elshamy, City University of New York (New York City College of Technology) Weiyan Guo, City University of New York (New York City College of Technology) Wai-Ting Lam, St. Francis College Casey Necheles, SUNY Stony Brook University Sereta Scott, City University of New York (New York City College of Technology) Adelle Thomas, City University of New York (New York City College of Technology) Lori Younge, City University of New York (New York City College of Technology) |
| Delaram Kahrobaei and Victoria Gitman © 2007 |